Electromagnetic Interference (EMI) in Power Supplies Alfred Hesener
Abstract -- Increasing power density, faster switching and higher been widely accepted. The sensitivity to load and line currents forces designers to spend more time both considering the effects of electromagnetic interference (EMI) and debugging a design regulations can limit their usage and parameter that has EMI problems but is otherwise complete. This paper explains variations of passive components can make series the different types of EMI and their coupling mechanisms and the existing EMI regulations. The most frequent noise sources, production difficult and expensive. Further, for some transmission paths and receiver sensitivity are examined. Based on stages of the power supply (e.g. secondary side post- real designs and measurements, specific procedures are recommended for use throughout the design cycle, to make the power regulation) a resonant version does not really exist. It is supply work reliably and pass EMI testing. only with today’s modern control ICs that quasi-resonant power supplies show their potential while maintaining I. INTRODUCTION good EMI performance. So it is not surprising that more In power supplies, the two prominent types of EMI and more designs are using this topology. are conducted EMI and radiated EMI. Comprehensive Given these new developments, it is clear that EMI regulations provide limitations to radiated and conducted performance can no longer be considered only after the EMI generated when the power supply is connected to main power supply design is finished. It needs to be the mains. designed into the power supply right from the start at Comparing the modern power switches used in power specification level, just like reliability and safety, supplies with those from older generations, the new influencing topology and component selection. switches have significantly reduced switching times, The goal is to meet EMI regulations while not leading to faster and faster rise and fall times for the disturbing other applications nearby. The power voltage and current waveforms. These fast edges supply should also be self-compliant and tolerate a produce significant energy at surprisingly high certain amount of EMI from the outside. This paper frequencies, and are the root cause of all EMI problems will show how to “embed” EMI considerations in switched-mode power supplies. This high frequency throughout the entire design cycle. The intent is to energy causes ringing in all the resonant tanks, small or give the power supply designer a good large, that exist within the power supply. In general, this understanding of the problem and an overview of wringing does not cause problems; however, in some the measures that can be taken while designing and cases, this may stop the power supply from working testing the power supply, to improve time to market properly or passing tests. and to come up with a robust design. It is not a Faster switching also means that losses can be reduced, comprehensive overview on the topic, as a large improving the efficiency of the power supply. But faster amount of good literature exists already.[1]-[4] switching should also enable higher switching frequencies, ultimately leading to smaller passive II. DIFFERENT TYPES OF EMI AND components and better transient behavior – a promise THEIR CHARACTERISTICS that has not been realized. Three things can cause an EMI problem: A signal The main reasons for this are the cost of transformers source creates some kind of noise, there is a transmission for use at these frequencies and the disproportional path for the noise, and/or there is a receiver sensitive complexity of solving high frequency EMI problems. enough to be distorted by the noise, as shown in Figure 1. Resonant and quasi-resonant topologies offer an elegant way out of this dilemma. They have been around for a long time, but due to limitations, they have not
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Shielding the source using thin conductive layers is most effective. Inductive coupling: This transmission path is quite common in switched-mode power supplies since high- frequency currents in the inductors can cause strong magnetic fields at higher frequencies, where the Fig. 1. EMI sources. coupling factors can be higher. Magnetic shielding is The noise source can be inside or outside the power less effective than electric shielding since the absorption supply. Tackling the noise problem at the source means depth is smaller, requiring thicker materials. Inductive reducing the emission levels — for example, by coupling is best addressed at the source. lowering noise amplitudes. Different coupling Wave coupling: Here, the noise typically has a high mechanisms exist for noise, and many EMI frequency, and is transmitted via an electromagnetic countermeasures focus on these; however, they overlook wave. It does not play a major role in power supplies, what can be done at the emitter or receiver. A receiver since frequencies are not high enough, and can be susceptible to noise injection must exist in the system if damped very effectively with shielding. there is an EMI problem. Here, the obvious solution is This paper will focus on capacitive, resistive, and reducing its sensitivity. inductive coupling; as they are the most important At this point, a fundamental distinction must be made sources of EMI issues in power electronics applications. between the two types of EMI problems: It is generally accepted industry practice to consider - Improving EMI so that the design meets conducted EMI below 30MHz, radiated EMI above regulations and will pass EMI testing (also 30MHz, and in most cases up to 1GHz – exceptions do called EMC or electromagnetic compliance) exist, however. - Improving EMI so that the design works reliably Coupling modes cannot be treated in isolation since in all modes of operation, with good efficiency, ideal elements exist only in simulators, not in real life. and does so without being disturbed by other Parasitic elements are always present. The parasitic (EMC-compliant) equipment nearby capacitors and inductors contribute to the problem, as For the first type, test methods and certified labs exist. parts of tank circuits that will resonate when stimulated For the second type, it is important to take the design by a voltage or current edge. The parasitic tanks help to through all design stages, carefully checking to see if convert one coupling mode into another, and that is why poor EMI design may be the cause of the problem. Here, coupling modes cannot be analyzed and fixed in it is important to consider component variations. Maybe isolation. The third parasitic element, resistance, actually the components in the prototype are such that no helps to ease the problem by damping the resonant problem is visible, but the components used in oscillation. Using the amplitude change from peak to production may cause problems. peak can help to calculate the parasitic resistance, The four coupling mechanisms are: identify it in the circuit, and optimize the circuit Resistive (or galvanic) coupling: The noise signal is accordingly. transferred via electrical connections. This works at all frequencies, and is usually fixed by good layout III. REGULATIONS AND STANDARDS FOR (particularly the ground layout) and filtering with EMI capacitors and inductors or lower signal levels with RC As electrical consumers moved from simple light elements. “Common impedance” coupling can be bulbs to large motors and particularly to switched-mode classified as galvanic coupling. power supplies with rectifiers and capacitors at the Capacitive coupling: Electrical fields are the main inputs, the quality of the grid voltage and service transmission path. Capacitance levels are mostly small worsened. This led to the emergence of worldwide so this affects small signals and/or high frequencies.
Fairchild Semiconductor Power Seminar 2010-2011 2 standards to mitigate these problems. Two measured and appropriate limits defined. Using a considerations of these standards are: defined impedance to measure the harmonic current is - Limit the amount of emission not required today, but is also under discussion. (radiated/conducted) which a given application The standard 61k-3-2 defines the limits for generates applications <16A, and 61k-3-12 for 16A…75A current - Define the minimum immunity levels consumption. The standard 61k-4-7 defines the (radiated/conducted) a given application must measurement and evaluation method. Additional 61k tolerate without malfunction standards define the behavior for voltage and frequency The list of standards is very long. The common theme variations, immunity to conducted and radiated radio is that certain standards define the limit values and their frequency signals, fast voltage transients, surges, voltage measurement methods and conventions, and additional dips / drops, short interruptions and flicker, and documents define the regulations for classes of magnetic fields. applications in more detail. For the standard 61k, the equipment typically is Additionally, standards can be grouped into grouped into different classes, with professional local/regional standards, MIL standards, automotive equipment above 1000W power consumption still being standards, standards for the aircraft industry, for excluded. Different limit levels exist for the different physically large equipment, and for more specialized classes. An overview is given below. equipment (e.g. smart meters). In most cases, a good PFC circuit is sufficient to meet The two most important standards for power supplies the 61k regulations. Circuits that have just an input are EN550xx and EN61000. Applications connected to rectifier and capacitor connected directly to the mains the grid must comply with both. The first covers EMI may not be able to meet the requirements without a PFC. limits for various applications, defining the measurement It is also important to note that 61k requires repeatability methods in more detail for both conducted and radiated of the test results, within 5%. EMI, defining limit values, and mostly considering the high frequency content the application generates. The Class Equipment Power Comment 3-phase equipment, household following list gives an overview: appliances, tools, dimmers for Limit values are A incandescent lamps, audio > 75W defined as absolute equipment, everything not B, C values CISPR11, EN55011 for industrial, medical, scientific or D Limit values are Portable tools, Arc welding applications B > 75W defined as absolute equipment values CISPR13, EN55013 for consumer applications Limit values defined CISPR14, EN55014 for home appliances, power tools, C Lighting > 25W as relative values to first harmonic involving motion control Limit values defined only for 3rd and 5th CISPR15, EN55015 for lighting equipment C Lighting < 25W harmonic, relative to CISPR22, EN55022 for computing applications first harmonic Personal Computer, Monitor, Limit values relative D 75W - 600W Television per input power The standard CISPR16 / EN55016 defines the measurement method for the applications listed IV. MEASUREMENT AND SOURCES OF above and is central to all of them. EMI The standard EN61000 (or “61k”) is the “PFC” Conducted EMI standard and considers the line frequency harmonics a th The impedance of an AC power line varies widely. given application generates, up to the 40 harmonic The impedance at the end of a long cable in some remote frequency or 2kHz and below. Extension of the standard area can be quite different from the impedance of a cable to consider interharmonics up to 9kHz is in discussion. in an industrial park, located right next to a transformer No defined impedance is used with the standard but the station. When a power supply generating noise is harmonic current content generated by the application is connected to this impedance, the noise measurement
Fairchild Semiconductor Power Seminar 2010-2011 3 results will vary widely. For this reason, a standardized impedance is used. The noise current generates a voltage across this standardized impedance, so the results for noise levels can be compared. The standardized setup, as defined in CISPR16 / EN55016 for measuring conducted EMI is shown below:
Fig. 3. Equivalent circuit of a LISN. Differential mode noise is caused by the time-varying
Fig. 2. Connection of a LISN to a power supply under test. current demands of the switching stage, conductively coupled via the bus cap into the lines, and appears as an
out-of-phase voltage at the lines. The measurement On the left side, the block called LISN (“Line points showing where to connect the analyzer are Impedance Stabilizer Network” also known as AMN, for indicated in Figure 3. In reality, the two voltages will be “Artificial Mains Network”) represents the standardized quite different, depending on the impedance of the line impedance. The noise signal is taken from this but can be “decomposed” into their differential and impedance with a high-pass filter, amplified, and common mode equivalents. connected to a spectrum analyzer. This analyzer is used An EMI analyzer is shown in Figure 4. Typical to measure the harmonic energy content of the noise specifications include a bandwidth of at least up to signal across a wide frequency range. 1GHz, and a selectable bandwidth to perform the Fig. 3 contains a line impedance stabilizer network to measurements in line with the standards. A large connect the line, load, and the spectrum analyzer. Note dynamic range is important. If the analyzer starts that the connections are “live.” The LISN is directly clipping high-level peaks, the measurement is unreliable connected to the mains, in contrast to the usual due to noise spill-over. measurement practice where an isolation transformer is used for safety reasons. The ground connections can also carry significant leakage current. It is important to realize this difference, as it has significant safety implications when operating the equipment in test. One important differentiation to make is the one between common and differential mode noise. Common mode noise is caused by a capacitive coupling of the switching stage into ground, and appears with the same Fig. 4. Example Spectrum Analyzer used for EMI testing. phase and amplitude at both lines. Two measurement methods exist, called “Average” and “Quasi-Peak”, and they have different limit values as shown in Figure 5 below (QP = upper line in red, AV = lower line in blue):
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definitions are shown in Figure 6 and defined in standard CISPR-16.
Fig. 5. EMI Frequency Spectrum showing average (AV) and quasi-peak (QP) plots. The frequency range on the x axis is from 9kHz to 30MHz. The noise level on the y axis is scaled from 0 to Fig. 6. Bandwidth definitions for EMI measurement. 100dBµV, with VdBµV = 20log (Vrms/106). The straight red line represents the limit values for the quasi-peak In switched-mode power applications, conducted EMI measurement, and the blue line the limit values for the is primarily caused by fast voltage changes. average measurements (both correspond to the standard Unfortunately, this is how all switched-mode power EN55011/22-ClassB). supplies work. The fast edges contain many harmonics This power supply clearly exceeds the limits at around and these harmonics are coupled into both inputs and 18MHz. Note that the limits are independent of the rated outputs with different damping. The rise and fall times output power of the power supply, explaining why more also influence the high frequency content of the noise. effort needs to be made to meet the limits for larger Reducing the switching speed improves EMI behavior power supplies. The table below shows the limits but reduces efficiency, especially in hard-switched according to EN55022, class B: topologies. In terms of the emitter-coupling-receiver model discussed earlier, nothing can be done at the Limit Frequency Limit (V) Comment (dbµV) receiver since this is the defined impedance of the LISN. 9kHz ... 50kHz 110 316mV Quasi-peak However the switching and coupling can be influenced.
50kHz…150kHz 90 … 80 32mV … 10mV Quasi-peak First, the noise signal coming from the switching Quasi-peak; linearly action has to pass through the DC blocking capacitor. 66 ... 56 2mV ... 0.63mV falling with log This capacitor is a non-ideal element – if it were ideal, it (frequency) 150kHz ... 500kHz Average; linearly would have a very low impedance, approaching zero at 56 ... 46 0.63mV ... 0.2mV falling with log (frequency) very high frequencies and effectively eliminating all of 56 630µV Quasi-peak the noise. Its parasitic characteristics contribute to 0.5MHz ... 5MHz 46 200µV Average reduced damping at higher frequencies, being the main source of conducted EMI in a switched-mode power 60 1mV Quasi-peak 5MHz ... 30MHz supply. 50 316µV Average A capacitor like the (typically electrolytic) bulk capacitor in the SMPS has a parasitic resistance (ESR) Note also that there is an increase in the limits at and a parasitic inductance (ESL). These are typically 150kHz, accompanied by a change in measurement modeled in series with the main capacitor, as shown in bandwidth from 200Hz to 9kHz – this is the main reason Figure 7 (the leakage resistor is of lesser importance here). (albeit not the only one) why switched-mode power supplies usually operate at main switching frequencies below 150kHz. In fact, a switching frequency of less than 50kHz can be desirable, since this would place the second and third harmonic in the frequency space where higher levels are tolerated. The measurement bandwidth Fig. 7. Equivalent circuit model of an electrolytic capacitor.
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Typical values for an industrial grade 100µF/450V increasing the order of the filter, and works well in most capacitor, like the B43601 from EPCOS, are ESRmax = SMPSs where a large bus cap is connected to the output 1900mΩ and ESL = 20nH. At lower frequencies, of the filter. The T filter has an inductive input and especially the main switching frequency, a current is output, where the input makes life easier for the over- being forced in and out of the capacitor, causing a voltage protection at the input (the voltage can rise faster voltage drop across the ESR. This pulse current and ESR compared to the pi filter where the input capacitor would value can be used to assess the voltage at these have to be charged first). For “difficult” lines, this may frequencies, and comparing it with the allowed levels be a better choice. The output, however, is facing the bus under EN550xx, yields the required attenuation the EMI cap and may starve the SMPS if not designed properly. filter must provide. At higher frequencies, the ESL In many cases, the L filter provides a good compromise impedance is higher than the ESR, and the capacitor but offers only 12dB loss per octave since it has only behaves like an inductor. two elements (a double-L may be required in some For conducted EMI, the basic filter topologies are the cases). Here, the bus cap cannot replace the output cap pi filter, the T filter, and the L filter. The circuits shown of the filter, since its SRF is too low. in Figure 8 are for both balanced and unbalanced versions. The left side is always the line side; the right Schematic Loss per octave pi filter 18 dB / oct side is the load side. Depending on the required attenuation, the filter needs to have one, two, or even three stages (it is rare to see more than two stages). It is important to consider the power and signal flow when laying out the filter. The best form factor is usually achieved with a balanced T filter 18 dB / oct implementation: making the filter long and thin, reducing the coupling capacitance, and increasing the impedance between input and output. The components
should be large enough to cope with the required peak currents and provide sufficient damping (with a margin). L filter 12 dB / oct They should not be too large, since all capacitors and inductors have a self-resonant frequency (“SRF”), which depends on the parasitic inductance and capacitance, and this frequency will be lower with larger components.
Above the SRF, the attenuation function is basically gone. This explains why sometimes using two smaller Fig. 8. Types of input filter. components instead of one large may be better. These filter topologies address differential mode noise It is important to note that the EMI filter will work but not common mode noise. For this, an additional most of the time in an unmatched setup, with the line element needs to be introduced to increase damping on and load impedances different from the design the lines and provide a return path for the noise. The impedance of the filter, which is therefore reflecting common mode noise is primarily caused by capacitive most of the energy. However, the energy must be coupling of the switching stage into the ground line, and absorbed somewhere, underlining the need for lossy the current loop for this noise is then completed via the components in the circuit. As a general rule, it is better LISN and the differential mode EMI filter. The coupling to offer a dissipation path for the unwanted energy, capacitance is typically small, so for the filter to be rather than letting it find its own path. effective, large inductance values are required. The line- A pi filter is used in most applications. The pi filter to-line caps in the differential mode EMI filter do not has an advantage in coupling with the LISN, effectively help here, and the inductors in this filter are too small to
Fairchild Semiconductor Power Seminar 2010-2011 6 provide useful damping. An effective solution to the common mode noise current; and they must comply with problem is the so-called “common mode choke”, where the safety requirements as the ground connection may two inductors are wound on a common core, and break, and a user might touch the midpoint. These connected so that the two inductors look like a capacitors are also called Y-caps, since in most cases transformer with the winding starts connected in phase two are connected from the two lines to ground. for common mode noise (see Figure 9): The calculation of the filter components requires the following data:
Line frequency fLine
Minimal RMS voltage Vmin
Maximum RMS load current Imax
Lowest switching frequency fswmin Fig. 9. Common mode and differential mode choke.
First, the design impedance is calculated as: This inductor is also called the “zorro” inductor. It is designed to have the required inductance value for (1) common mode (the left inductors) but wound in a way that maximizes leakage inductance, providing the Next, the filter topology is chosen based on the required inductance level for differential mode (the right characteristics described above. The number of stages is inductors) – an elegant and compact solution to the determined later. problem. Finally, the required attenuation at the lowest problem Figure 10 shows a practical EMI filter implementation. frequency fswmin is determined. This is either by The black area in the upper middle part is the input simulation or by measurement of the power supply connector. Next to the input connector is the fuse, and without the EMI filter and using the final layout for the the metal box is the main switch. The first choke is rest of the power supply. below the main switch, followed by the first capacitor The filter cutoff frequency fcut is determined from the (gray square), the second choke and the second capacitor. attenuation needed at the problem frequency (plus a margin of 6 … 10dB), while at the same time providing minimal attenuation at the line frequency. This is an iterative process, ultimately determining how many stages are needed in the filter. The cutoff frequency should be at least 10 times the line frequency. Calculate the L and C values of the filter as follows: